期刊文献+

形状记忆合金混杂复合材料层合板变刚度调控机制 被引量:1

Variable Stiffness Control Mechanism of Shape Memory Alloy Hybrid Composite Laminates
下载PDF
导出
摘要 形状记忆合金混杂复合材料(SMAHC)是一种能够主动变化刚度的智能复合材料。为了研究形状记忆合金(SMA)对SMAHC层合板刚度调控的影响,对分布式、模块化地植入SMA的层合板进行三点压弯实验。以SMA数量、单层中SMA排布位置与SMA预应变作为3个独立变量进行正交实验设计,测试了不同试样在不同温度下的刚度值,以研究如何有效地实现刚度调控。采用等效热膨胀法建立SMAHC层合板的有限元模型与实验结果进行对比,总结了SMAHC层合板的变刚度调控机制。分析结果表明,SMA非对称排布的层合板比SMA对称排布的层合板平均刚度提升16.67%;植入8段SMA的层合板比植入4段SMA的层合板平均刚度提升15.26%;通过调整SMA的温度,可以精准地实现SMAHC层合板的刚度调控;模块化、分布式的植入方式能够改变SMAHC层合板整体的应力分布,提升层合板刚度调控精度、降低SMA纤维用量,而且能保证个别SMA失效后层合板整体仍然有一定的变刚度能力。 Shape memory alloy hybrid composite(SMAHC)is an intelligent composite material that can actively change stiffness.In order to study the effect of shape memory alloy(SMA)on the stiffness regulation of SMAHC laminated plates,three-point bending experiments were carried out on the laminated plates with distributed and modular SMA implants.The orthogonal experimental design was carried out with the number of SMA,the arrangement position of SMA in the single layer and the pre-strain of SMA as three independent variables.The stiffness values of different samples at different temperatures were tested to study how to effectively realize the stiffness control.The finite element model of SMAHC laminates was established by equivalent thermal expansion method and compared with the experimental results.The variable stiffness control mechanism of SMAHC laminates was summarized.The analysis results show that the average stiffness of the laminated plate with asymmetric SMA arrangement is 16.67%higher than that of the laminated plate with symmetrical SMA arrangement.The average stiffness of the laminates implanted with 8 SMA segments is 15.26%higher than that of the laminates implanted with 4 SMA segments.By adjusting the temperature of SMA,the stiffness control of SMAHC laminates can be accurately realized.The modular and distributed implantation method can change the overall stress distribution of SMAHC laminate,improve the stiffness control accuracy of the laminate,reduce the amount of SMA fiber,and ensure that the laminate still has a certain variable stiffness after individual SMA failure.
作者 王雁雪 柯俊 吴震宇 杨寅泽 Wang Yanxue;Ke Jun;Wu Zhenyu;Yang Yinze(College of Mechanical Engineering,Zhejiang Sci-Tech University,Hangzhou 310018,China)
出处 《工程塑料应用》 CAS CSCD 北大核心 2023年第2期8-15,28,共9页 Engineering Plastics Application
基金 国家自然科学基金项目(52102430) 浙江省自然科学基金项目(LQ20E050001)。
关键词 形状记忆合金 复合材料 变刚度 调控机制 层合板 有限元 shape memory alloy composite materials variable stiffness control mechanism laminated plate finite element
  • 相关文献

参考文献2

二级参考文献30

  • 1王磊,闫德胜,姜志民,戎利建.Ni-Ti-Nb宽滞后形状记忆合金管接头研究和进展[J].材料工程,2004,32(7):60-63. 被引量:16
  • 2Tanaka K. A thermomechanical sketch of shape memory effect: One-dimension tensile behavior [J]. Res. Mechanica, 1986 (18): 251-263.
  • 3Liang C, Rogers C A. One-dimension thermomechanical constitutive relation for shape memory alloy [J]. J. of Intell. Mater. Syst. and Struct., 1990, (1): 207-234.
  • 4Brinson L C, Lammering R. Finite element analysis of the behavior of shape-memory alloys and their applications [J]. International Journal of Solids and Structures, 1993, 30 (23): 3261- 3280.
  • 5Auricchio F, Taylor R L. Shape-memory alloys: modeling and numerical simulations of the finite-strain superelastic behavior[J]. Computer Methods in Applied Mechanics and Engineering, 1997, 143: 175-194.
  • 6Auricchio F, Taylor R L, Lubliner J. Shape memory alloys: Macromodelling and numerical simulations of the superelastic behavior [J]. Computer Methods in Applied Mechanics and Engineering, 1997, 146: 281-312.
  • 7Auricchio F. Shape-memory alloys: applications, microme chanics, maeromodelling and numerical simulations[D]. Berkley: University of California at Berkley, 1995.
  • 8Lazghab T. Modeling of shape memory alloys with plasticity [D]. Miami: Florida Intenational University, 2001.
  • 9Yan W Y, Wang C H, Zhang X P, et al. Theoretical Mod eling of the effect of plasticity on reverse transformation in superelastic shape memory alloys [J]. Material Science Engineering A, 2003, 354: 146-156.
  • 10Savi, M A, Paiva, A. Phenomenological modeling and numerical simulation of shape memory alloys: A thermo-plasticphase transformation coupled model [J]. Journal of Intelligent Material Systems and Structures, 2002, 13:261-273.

共引文献8

同被引文献21

引证文献1

二级引证文献1

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部